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The minimum value of x satisfying the given inequality log10(5⋅4x−1+2x−20)≥(1−x)(log10(2.5)−1) is |
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Answer» The minimum value of x satisfying the given inequality log10(5⋅4x−1+2x−20)≥(1−x)(log10(2.5)−1) is |
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